Question

Define convergence in distribution

Answer 1

Here is a formal definition ofconvergence in distribution:Convergence in Distribution. A sequence of random variables , , ,converges in distribution to a random variable , shown by X n → d X , if. lim n → ∞ F X n ( x ) = F X ( x ) , for all at which F X ( x ) is continuous.

Answer 2

A sequence of conserve variable, by distribution of random sequence